Non Metric Mass
Abstract
In general relativity gab;c=0 implies that the wave equation (2-M)gab=0 always has M=0. If the underlying geometry is generalized to include non-metricity this incurs M ≠ 0, and the above wave equation can be rewritten as M(x)+a Q.a+(+d2-2)Qa Q.a=0, where =0, 1, 2, or 3, d is the dimension of the spacetime, and Q is the object of non-metricity. The consequences of this equation and the properties of M are investigated.
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